1.How can an AND function be constructed from two NAND gate?2.Use a truth table to show that P=(P+Q) or (P AND NOT Q).There exist 4 boolean functions of a single variable and 16 functions of 2 variables. How many functions of 3 and 4 variables are there as well as n variable?
VOG I will tick resolved if it is answered but it's not still not answered yet.If you can or say anyone please make your inputs..Thanks
Yes,please tick as resolved so we dont have to read it and think theres a nutter in our midst
Sounds like cheating to me rather than a computer fault?
If u don't know leave it. May I remind u that this is a help room.I hope this is now clear to u all nuts...Bravo to those who understand this situation even though they can't help.Those who can help I thank you in advance cheers.However, I have found a solution to the 1st question so don't bother with it.Regards
Ok,tell us the answer
Have a look at this pdf document, it covers most of what your askingpaws.wcu.edu/bacon/Ch4Digital.pdfThe link is direct to the PDF as i couldn't find it direct from the siteMs
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